math-modeling-skills
New数学建模竞赛完整工具链:从拿到赛题到交出论文,一条龙解决。 覆盖 国赛 CUMCM(A/B/C) 和 美赛 MCM/ICM(A-F) 全部题型。
Summary
This skill provides a complete toolchain for mathematical modeling competitions, covering problem analysis, model selection, algorithm implementation, and paper writing.
- It supports all problem types in both CUMCM (A/B/C) and MCM/ICM (A-F), helping developers efficiently tackle modeling tasks from start to finish.
Install & Usage
mkdir -p .claude/skillsmkdir -p .claude/skills && curl -o .claude/skills/math-modeling-skills.md https://raw.githubusercontent.com/Lupynow/math-modeling-skills/main/SKILL.md/math-modeling-skillsUse Cases
Usage Examples
/math-modeling-skills Analyze the 2023 MCM Problem C: Predict wordle results using a time series model.
/math-modeling-skills Generate a Python script for a multi-objective optimization model to solve a resource allocation problem.
/math-modeling-skills Create a LaTeX paper outline for a CUMCM Problem A with sections for introduction, model, results, and conclusion.
Security Audits
Frequently Asked Questions
What is math-modeling-skills?
This skill provides a complete toolchain for mathematical modeling competitions, covering problem analysis, model selection, algorithm implementation, and paper writing. It supports all problem types in both CUMCM (A/B/C) and MCM/ICM (A-F), helping developers efficiently tackle modeling tasks from start to finish.
How to install math-modeling-skills?
To install math-modeling-skills: create the skills directory (mkdir -p .claude/skills), then run: mkdir -p .claude/skills && curl -o .claude/skills/math-modeling-skills.md https://raw.githubusercontent.com/Lupynow/math-modeling-skills/main/SKILL.md. Finally, /math-modeling-skills in Claude Code.
What is math-modeling-skills best for?
math-modeling-skills is a skill categorized under General. Created by Lupynow.
What can I use math-modeling-skills for?
math-modeling-skills is useful for: Analyze a competition problem statement and identify the core mathematical modeling requirements.; Select appropriate models (e.g., regression, optimization, differential equations) based on problem type and data.; Generate code for algorithms like Monte Carlo simulation, genetic algorithms, or neural networks tailored to the problem.; Create LaTeX templates and structured outlines for final competition papers.; Validate model assumptions and perform sensitivity analysis on key parameters.; Translate modeling results into clear visualizations and actionable conclusions..